- #1
IsomaDan
- 10
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The function, p(x;y), of two variables is defi ned for x>y>0, and satisfi es
We furthermore know that dp(x,y)/dx = (e^-x^2)
and that p(y; y) = 0
I now need to write p(x,y) as a definite integral of the form int (f(t)dt, with lower bound t=H and upper bound x.
I suppose I need the info p(y; y) = 0 to get the bounds, but not quite sure how.
Anyone can give me a hint :-)
Dan
We furthermore know that dp(x,y)/dx = (e^-x^2)
and that p(y; y) = 0
I now need to write p(x,y) as a definite integral of the form int (f(t)dt, with lower bound t=H and upper bound x.
I suppose I need the info p(y; y) = 0 to get the bounds, but not quite sure how.
Anyone can give me a hint :-)
Dan